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Author

Victor Lagerkvist

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Preprint Oct 2026

A Fast Algorithm for Maltsev Constraints

The constraint satisfaction problem over a set of relations $\Gamma$ (CSP($\Gamma$)) is the computational problem of deciding if a set of constraints admits at least one solution. The classical complexity for finite-domain CSP($\Gamma$) is settled by the CSP dichotomy theorem: it is tractable if $\Gamma$ satisfies a no...

Victor Lagerkvist · 0 citations
Conference Jul 2026

Maximum Satisfiability of Simple Temporal Problems

The results suggest that MaxSTP is often computationally harder than optimizing qualitative CSPs - it is verified that many such problems are FPT when parameterized by n or tw, and it is demonstrated that FPT algorithms for MaxSTP are indeed possible but with other parameters such as k + vc.

J. Fichte, Johanna Groven, Peter Jonsson et al. · 0 citations

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